回填土区深层搅拌桩和高压旋喷桩复合地基的静承载性能

结合实际工程现场静载试验,采用有限元计算方法研究了桩长和桩土模量比对深层搅拌桩和高压旋喷桩复合地基在回填土中的桩体承载特性、荷载传递及复合地基变形特性的影响。结果表明,在回填土区,深层搅拌桩以桩体上部破坏为主,增加桩长不能有效地提高复合地基承载力,增加桩体强度尤其是上部桩体的强度则能够较大地提高复合地基承载力,高压旋喷桩可有效增强回填土地基的承载力。提出的桩体弹性模量取值范围可供设计参考。     

舰船水下爆炸鞭状运动中的阻尼效应

舰船在水下爆炸气泡脉动压力作用下将产生鞭状运动冲击响应。为了掌握冲击响应的衰减规律,建立了舰船结构、设备、水舱内流体和外部流体等在振动和晃荡过程中的阻尼效应动力学模型,并编写程序对是否考虑上述阻尼效应的舰船鞭状运动响应进行了数值计算。研究结果表明,对于具有相对较大质量的内部设备和水舱的舰船来说,上述阻尼效应对舰船水下爆炸鞭状运动的衰减起到重要的作用,如不予以考虑有可能造成对舰船鞭状运动响应幅值的高估。     

浅析大型铁路客运站交通规划理念

以重庆北站北场交通规划为例,分析和判断了铁路客流对象、车站客流组织、旅客立体换乘、车站功能布局和车站管理模式5个方面的发展趋势；提出了现代铁路客运站在综合交通枢纽、站前集散广场、机动车进出通道、交通设施布局、客流组织方面的规划设计理念.     

浅路基沉降模型研究

被广泛应用于路基工程中的土工合成材料具有较好的抗拉性能，可以提高路基整体稳定性，减小路基整体位移变形。对经典加固土模型进行了回顾，旨在说明不同模型对应的实际组分。通过路基结构稳定性的量化分析，得到了材料抗拉性能及其他属性对路基沉降的影响。并通过经典模型与实际工程的参数化联系，解决实际工程问题。     

微型桩-香根草协同护坡试验与计算研究

单一的香根草护坡或微型桩护坡在边坡加固与防护工程中均得到了广泛应用，但针对两者协同护坡的研究和相关工程应用相对较少。边坡安全系数作为评判边坡稳定性的重要依据之一，其计算分析结果的准确程度高，可提升滑坡灾害的预测水平，从而降低损失。通过室外大比例尺模型试验，采用坡顶分级堆载对植被与微型桩协同护坡的效果进行试验，并对采用多种理论与数值方法求得的边坡安全系数进行了比较，分析了香根草及微型桩对边坡安全系数的影响。试验与计算结果表明：采用三维有限元分析得到的安全系数略高于二维有限元分析；相比于素土边坡，微型桩-香根草协同护坡能极大地提高边坡安全系数，有效提高坡体稳定性，而且能够提高边坡承受荷载能力，研究结果可为生态防护与工程加固措施协同护坡工程设计提供理论依据。     

3D brush model to predict longitudinal tyre characteristics

A 3D tyre brush model, which aims to predict the longitudinal tyre characteristic under steady-state conditions by modelling the occurring physical effects in the tyre–road contact patch, is presented. The model includes an analytical method to describe the tyre footprint geometry, the pressure distribution, the slip due to the lateral tyre contour, the slip due to braking or traction and the longitudinal as well as the lateral shear stresses on a flattened tyre. The presented development tool offers a method to investigate different rubber friction data (caused by different tread compounds and/or surface textures) and to analyse its influence on longitudinal tyre characteristics. The tyre design is fixed (same casing, dimension and pattern). The results include the shear stresses as well as the different sliding velocities in the contact patch for different slip conditions. The model was developed for a standard summer pattern design and a standard tyre dimension (205/55R16). It can also be adapted to other tread designs and tyre dimensions. To offer a good comparability between model results and test bench measurements, the surface curvature of an internal test rig is considered.     

基于感知能力的微观交通流动力学建模与仿真

基于驾驶员驾驶行为感知能力，提出了一种新的微观交通流动力学模型. 通过理论分析和数值模拟，对新模型的性能进行了详细的研究分析. 通过理论分析，基于线性稳定性理论，得到了新模型的稳定性条件. 通过数值模拟，深入分析了各参数对密度波和迟滞环的影响，进而对交通流稳定性的影响. 仿真算例结果表明：驾驶员感知能力对交通流稳定性有显著影响，车头距离变化信息可有效增强交通流的稳定性，对stop-and-go 交通拥堵有显著抑制作用，但不可避免的感知缓冲时间会破坏交通稳定性，进而产生严重的stop-and-go 交通拥堵；密度波和迟滞环的数值仿真结果与理论分析结果吻合得很好，验证了理论分析结果.     

紧急疏散情况下地铁车站动态瓶颈识别

随着城市轨道交通系统逐渐成网,地铁车站日渐拥挤,为了制定科学有效的紧急疏散方案,有必要预先找到车站瓶颈点。基于时间可靠度函数模拟乘客在紧急情况下路径选择行为,在此基础上引入M//G/C/C排队模型对车站排队系统各个服务台进行排队性能指标计算,找出潜在瓶颈点。以广州地铁3号线岗顶站为例,结合车站硬件设施尺寸数量,模拟计算最恶劣情况下乘客疏散过程,找到3处潜在瓶颈点,测算结果与实际观测情况相符合,验证了该方法的有效性。     

An exploratory investigation of the impact of ramp metering on driver acceleration behavior

Ramp metering has been proven as an effective freeway management strategy; however, the impact of ramp metering on drivers' acceleration behavior has not been fully investigated. A better understanding of acceleration behavior changes with ramp metering is critical to the adequate design of ramp metering facilities. In this study, drivers' speed and acceleration data were collected at two representative metered ramps in Los Angeles, California. The speed and acceleration profiles under meter-on and meter-off scenarios were compared. Statistical results demonstrated that ramp metering affects drivers' acceleration behavior at ramp acceleration lane. It was found that at the metered ramp with short existing acceleration length, the average acceleration rate from ramp meter stop bar to 500 ft downstream under meter-on scenario (4.72 ft./s²) is approximately 40% higher than when meter-off (3.18 ft./s²). The design of acceleration lane length for metered on-ramps should therefore take into account the potential impacts of ramp metering on driver acceleration behavior.